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Abstract: Various technical applications are most appropriately described in terms of variational inequalities, that involve elliptic differential operators. Multigrid solvers for variational problems of this type are not well established, even though hierarchically refined meshes provide a natural setting for multilevel techniques. This may be due to the fact, that there is still no satisfactory analysis of their convergence properties. The key ingredient of a multigrid solver for a constrained... (Update)
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BibTeX entry: (Update)
@misc{ institute-relaxation,
author = "Hinderk Buss",
title = "On a Relaxation Scheme for Constrained Variational Problems in Dual Formulation",
url = "citeseer.ist.psu.edu/buss03relaxation.html" }
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19 A mixed nite element method for 2-nd order elliptic problems (context) - Raviart, Thomas
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11 The solution of a quadratic programming problem using system.. (context) - Cryer - 1971
10 Error estimates for the approximation of a class of variatio.. (context) - Falk - 1974
8 A partition theorem for euclidean n-space (context) - Samelson, Wesler et al. - 1958
5 Error estimates for the nite element solution of variational.. (context) - Brezzi, Hager et al. - 1977
4 An optimal order process for solving nite element equations (context) - Bank, Dupont - 1981
2 the smoothing property of multi-grid methods in the nonsymme.. (context) - Ecker, Zulehner - 1996
2 Convergence rate analysis of domain decomposition methods fo.. - Tai - 2001
2 the implementation of multilevel solvers for constrained var.. (context) - Bu - 2000
1 Mixed methods (context) - for, element et al. - 1978
1 positive de nite linear complementarity problems (context) - Mandel, iterative et al. - 1984
1 University of Heidelberg (context) - Error, on et al. - 2003
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